Let m1, m2,….. mn be pairwise relatively prime integers
Chapter 4, Problem 29E(choose chapter or problem)
Let m1, m2,….. mn be pairwise relatively prime integers greater than or equal to 2. Show that if a ? b (mod mi) for i = 1,2,…, n, then a ? b (mod m). where m = m1, m2,….. mn (This result will be used in Exercise 30 to prove the Chinese remainder theorem. Consequently, do not use the Chinese remainder theorem to prove it.)
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